Equation 6-13 in its form above includes the transport mechanisms diffusion and convection. If
Migration in Electric Field is activated (only available in some add-on products), the migration mechanism will be added to the equation as well. See more details in the section
Adding Transport Through Migration.
The mass flux relative to the mass averaged velocity, Ji (SI unit: mol/(m
2·s)), is associated with the mass balance equation above and used in boundary conditions and flux computations. The Transport of Diluted Species interface always includes mass transport due to molecular diffusion. In this case the mass flux
Ji defines the diffusive flux vector
When Migration in Electric Fields is activated, the migration term is also added to the diffusive flux vector as shown in the section
Adding Transport Through Migration.
The third term on the left side of Equation 6-13 describes the convective transport due to a velocity field
u. This field can be expressed analytically or obtained from coupling the physics interface to one that solves for fluid flow, such as
Laminar Flow. Note that all fluid flow interfaces solve for the mass averaged velocity.
On the right-hand side of the mass balance equation (Equation 6-13),
Ri represents a source or sink term, typically due to a chemical reaction or desorption on a porous matrix. To specify
Ri, another node must be added to the Transport of Diluted Species interface — the
Reaction node for example, which includes an input field for specifying a reaction expression using the variable names of all participating species.